The problem is, algorithms were never designed to handle such tough choices. They are built to pursue a single mathematical goal, such as maximizing the number of soldiers’ lives saved or minimizing the number of civilian deaths. When you start dealing with multiple, often competing, objectives or try to account for intangibles like “freedom” and “well-being,” a satisfactory mathematical solution doesn’t always exist.

This is not to say that I don’t also cherish more traditionally precious heirlooms, it’s just that the objects with utility feel like they maybe have more of the life of the person in them.

Before the launch of the platform, the entity issues the tokens at a certain price and uses the proceeds of the sale as an alternative funding to finance the platform development (Chuen et al. 2017; Ehrsam 2016a). The issuing entity promotes the token sale with the prospect of an increase of the token value.

The entity behind the platforms issues its own blockchain-enabled token (Bachmann et al. 2019; Fridgen et al. 2018; Lee et al. 2018). So far, various token designs enable different applications. One token type is the “utility token”, which represents the right to access the offered products or services on the platform (ICOscoring 2018). In the blockchain context, we refer to this representation as tokenization (Dale 2018).

I used it to create a full-bleed utility class: .full-bleed { width: 100vw; margin-left: calc(50% - 50vw); }

I think most social networks, if they've made this journey, need to make a return to utility to be truly durable.

// Partial: [P in keyof T], could be read as a function T => [P in keyof T] // Pick: [P in K], could be read as a function K => [P in K]

"Fix" is to use Pick2: type Pick2<T> = T extends T ? Pick<T> : never

type KeysOfType<A extends object, B extends { [key: string]: any }> = { [K in keyof A]: A[K] extends B ? string extends keyof A[K] ? K : never : never; }[keyof A];

type KeysOfType<A extends object, B> = { [K in keyof A]-?: A[K] extends B ? K : never; }[keyof A];

type TagWithKey<TagName extends string, T> = { [K in keyof T]: { [_ in TagName]: K } & T[K] };

type Unionize<T> = T[keyof T]; type MyActions = Unionize<ActionTable>;

Exclude<string | number | (() => void), Function>

type Unpacked<T>

scan all blocks of your partitions

4 Tools to Test and Detect Fake or Counterfeit USB Flash Drives

The most important justification for progressive tax rates is the idea of marginal utility.

treat of relative goodness and relative utility.

Now the political or deliberative orator's aim is utility: deliberation seeks to determine not ends but the means to ends, i.e. what it is most useful to do. Further, utility is a good thing.